Question

Simply the expression: `3(10x+2)`?

Answer 1

`30x + 6`

Explanation:

`3(10x + 2) = (3xx10x) + (3xx2)`

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Answer 2

`3(10x+2)=color(blue)(30x+6`

Explanation:

Simplify:

`3(10x+2)`

Distribute the `3` across `(10x+2)` using the distributive property: `color(red)a(color(green)b+color(blue)c)=color(red)acolor(green)b+color(red)acolor(blue)c`.

`color(red)3(color(green)(10x)+color(blue)2)=`

`(color(red)3*color(green)(10x))+(color(red)3*color(blue)2)=`

`30x+6`

Answer 3

`30x+6`

Explanation:

You first multiply `3` and `10x` and then add the product of `3` and `2`. This process is known as factoring.

Answer 4

`30x+6`

Explanation:

To simplify this expression, the only thing we can do is distribute the `3` on the outside of the parenthesis. Here, we will be multiplying, and we get:

`3(10x)+3(2)`

`=>30x+6`